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Generalization of Certain New subclass of P-valent Functions with Negative Coefficients Defined by Differential Operator
In this paper we present a new subclass SMu,p (τ, γ, λ, α, p) for analytic functions with negative coefficients of the structure f (z) = zp - Σ∞n=p+1 anzn by using a generalized certain differential operator Skα,β,λ,δ,pf (z) The principle object of this paper is to research the different critical properties and characteristics of the class SMu,p (τ, γ, λ, α, p). We additionally determine many results for the Hadamard products of functions belonging to the class SMu,p (τ ,γ,λ,α,p).
Keywords
Analytic Functions, Differential Operator, Hadamard Products, Negative Coefficients, p-Valent Functions.
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